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1 | 1 |
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2 | 2 | ```jldoctest AutoDocTests
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3 |
| -julia> using MatricesForHomalg; using CAP; using MonoidalCategories; using LinearAlgebraForCAP |
| 3 | +julia> using MatricesForHomalg, CAP, MonoidalCategories, LinearAlgebraForCAP |
4 | 4 |
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5 | 5 | julia> true
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6 | 6 | true
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@@ -33,7 +33,7 @@ julia> alpha = VectorSpaceMorphism( a, homalg_matrix, b )
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33 | 33 | ```
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34 | 34 |
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35 | 35 | ```jldoctest AutoDocTests
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36 |
| -julia> using MatricesForHomalg; using CAP; using MonoidalCategories; using LinearAlgebraForCAP |
| 36 | +julia> using MatricesForHomalg, CAP, MonoidalCategories, LinearAlgebraForCAP |
37 | 37 |
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38 | 38 | julia> alphap = homalg_matrix/vec;
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39 | 39 |
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@@ -92,7 +92,7 @@ julia> u = UniversalMorphismFromDirectSum( [ b, b ], [ i1, i2 ] )
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92 | 92 | ```
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93 | 93 |
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94 | 94 | ```jldoctest AutoDocTests
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95 |
| -julia> using MatricesForHomalg; using CAP; using MonoidalCategories; using LinearAlgebraForCAP |
| 95 | +julia> using MatricesForHomalg, CAP, MonoidalCategories, LinearAlgebraForCAP |
96 | 96 |
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97 | 97 | julia> KernelObjectFunctorial( u, IdentityMorphism( Source( u ) ), u ) == IdentityMorphism( MatrixCategoryObject( vec, 3 ) )
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98 | 98 | true
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@@ -274,7 +274,7 @@ julia> d = MatrixCategoryObject( vec, 1 )
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274 | 274 | ```
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275 | 275 |
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276 | 276 | ```jldoctest AutoDocTests
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277 |
| -julia> using MatricesForHomalg; using CAP; using MonoidalCategories; using LinearAlgebraForCAP |
| 277 | +julia> using MatricesForHomalg, CAP, MonoidalCategories, LinearAlgebraForCAP |
278 | 278 |
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279 | 279 | julia> pre_compose = MonoidalPreComposeMorphism( a, b, c )
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280 | 280 | <A morphism in Category of matrices over Q>
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345 | 345 | ```
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346 | 346 |
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347 | 347 | ```jldoctest AutoDocTests
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348 |
| -julia> using MatricesForHomalg; using CAP; using MonoidalCategories; using LinearAlgebraForCAP |
| 348 | +julia> using MatricesForHomalg, CAP, MonoidalCategories, LinearAlgebraForCAP |
349 | 349 |
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350 | 350 | julia> true
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351 | 351 | true
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@@ -425,7 +425,7 @@ julia> F_installation2OnMorphisms( input );
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425 | 425 | ```
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426 | 426 |
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427 | 427 | ```jldoctest AutoDocTests
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428 |
| -julia> using MatricesForHomalg; using CAP; using MonoidalCategories; using LinearAlgebraForCAP |
| 428 | +julia> using MatricesForHomalg, CAP, MonoidalCategories, LinearAlgebraForCAP |
429 | 429 |
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430 | 430 | julia> true
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431 | 431 | true
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544 | 544 | ```
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545 | 545 |
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546 | 546 | ```jldoctest AutoDocTests
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547 |
| -julia> using MatricesForHomalg; using CAP; using MonoidalCategories; using LinearAlgebraForCAP |
| 547 | +julia> using MatricesForHomalg, CAP, MonoidalCategories, LinearAlgebraForCAP |
548 | 548 |
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549 | 549 | julia> field = HomalgFieldOfRationals( );
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550 | 550 |
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644 | 644 | ```
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645 | 645 |
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646 | 646 | ```jldoctest AutoDocTests
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647 |
| -julia> using MatricesForHomalg; using CAP; using MonoidalCategories; using LinearAlgebraForCAP |
| 647 | +julia> using MatricesForHomalg, CAP, MonoidalCategories, LinearAlgebraForCAP |
648 | 648 |
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649 | 649 | julia> field = HomalgFieldOfRationals( );
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650 | 650 |
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687 | 687 | ```
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688 | 688 |
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689 | 689 | ```jldoctest AutoDocTests
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690 |
| -julia> using MatricesForHomalg; using CAP; using MonoidalCategories; using LinearAlgebraForCAP |
| 690 | +julia> using MatricesForHomalg, CAP, MonoidalCategories, LinearAlgebraForCAP |
691 | 691 |
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692 | 692 | julia> true
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693 | 693 | true
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761 | 761 | ```
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762 | 762 |
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763 | 763 | ```jldoctest AutoDocTests
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764 |
| -julia> using MatricesForHomalg; using CAP; using MonoidalCategories; using LinearAlgebraForCAP |
| 764 | +julia> using MatricesForHomalg, CAP, MonoidalCategories, LinearAlgebraForCAP |
765 | 765 |
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766 | 766 | julia> field = HomalgFieldOfRationals( );
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767 | 767 |
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822 | 822 | ```
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823 | 823 |
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824 | 824 | ```jldoctest AutoDocTests
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825 |
| -julia> using MatricesForHomalg; using CAP; using MonoidalCategories; using LinearAlgebraForCAP |
| 825 | +julia> using MatricesForHomalg, CAP, MonoidalCategories, LinearAlgebraForCAP |
826 | 826 |
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827 | 827 | julia> true
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828 | 828 | true
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886 | 886 | ```
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887 | 887 |
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888 | 888 | ```jldoctest AutoDocTests
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889 |
| -julia> using MatricesForHomalg; using CAP; using MonoidalCategories; using LinearAlgebraForCAP |
| 889 | +julia> using MatricesForHomalg, CAP, MonoidalCategories, LinearAlgebraForCAP |
890 | 890 |
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891 | 891 | julia> field = HomalgFieldOfRationals( );
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892 | 892 |
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926 | 926 | ```
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927 | 927 |
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928 | 928 | ```jldoctest AutoDocTests
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929 |
| -julia> using MatricesForHomalg; using CAP; using MonoidalCategories; using LinearAlgebraForCAP |
| 929 | +julia> using MatricesForHomalg, CAP, MonoidalCategories, LinearAlgebraForCAP |
930 | 930 |
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931 | 931 | julia> true
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932 | 932 | true
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@@ -964,7 +964,7 @@ julia> Display( EntriesOfHomalgMatrixAsListList( UnderlyingMatrix( gamma ) ) )
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964 | 964 | ```
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965 | 965 |
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966 | 966 | ```jldoctest AutoDocTests
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967 |
| -julia> using MatricesForHomalg; using CAP; using MonoidalCategories; using LinearAlgebraForCAP |
| 967 | +julia> using MatricesForHomalg, CAP, MonoidalCategories, LinearAlgebraForCAP |
968 | 968 |
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969 | 969 | julia> Q = HomalgFieldOfRationals();
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970 | 970 |
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@@ -1000,7 +1000,7 @@ julia> KernelEmbedding( alpha )
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1000 | 1000 | ```
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1001 | 1001 |
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1002 | 1002 | ```jldoctest AutoDocTests
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1003 |
| -julia> using MatricesForHomalg; using CAP; using MonoidalCategories; using LinearAlgebraForCAP |
| 1003 | +julia> using MatricesForHomalg, CAP, MonoidalCategories, LinearAlgebraForCAP |
1004 | 1004 |
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1005 | 1005 | julia> Q = HomalgFieldOfRationals();
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1006 | 1006 |
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@@ -1033,7 +1033,7 @@ false
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1033 | 1033 | ```
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1034 | 1034 |
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1035 | 1035 | ```jldoctest AutoDocTests
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1036 |
| -julia> using MatricesForHomalg; using CAP; using MonoidalCategories; using LinearAlgebraForCAP |
| 1036 | +julia> using MatricesForHomalg, CAP, MonoidalCategories, LinearAlgebraForCAP |
1037 | 1037 |
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1038 | 1038 | julia> Q = HomalgFieldOfRationals();
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1039 | 1039 |
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@@ -1075,7 +1075,7 @@ true
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1075 | 1075 | ```
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1076 | 1076 |
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1077 | 1077 | ```jldoctest AutoDocTests
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1078 |
| -julia> using MatricesForHomalg; using CAP; using MonoidalCategories; using LinearAlgebraForCAP |
| 1078 | +julia> using MatricesForHomalg, CAP, MonoidalCategories, LinearAlgebraForCAP |
1079 | 1079 |
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1080 | 1080 | julia> Q = HomalgFieldOfRationals();
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1081 | 1081 |
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@@ -1108,7 +1108,7 @@ julia> p2 = ProjectionInFactorOfFiberProduct( [ AtoC, BtoC ], 2 )
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1108 | 1108 | ```
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1109 | 1109 |
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1110 | 1110 | ```jldoctest AutoDocTests
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1111 |
| -julia> using MatricesForHomalg; using CAP; using MonoidalCategories; using LinearAlgebraForCAP |
| 1111 | +julia> using MatricesForHomalg, CAP, MonoidalCategories, LinearAlgebraForCAP |
1112 | 1112 |
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1113 | 1113 | julia> true
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1114 | 1114 | true
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